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QQ -- the class of all rational numbers

The ring QQ is a member of the class Ring. Each object of class QQ is called a rational number.

i1 : 1/2 + 3/5

     11
o1 = --
     10

o1 : QQ

Methods for using a rational number :

  • CC * QQ
  • CC + QQ
  • CC - QQ
  • CC / QQ
  • CC == QQ
  • conjugate QQ
  • degree QQ
  • denominator QQ
  • expression QQ
  • factor QQ
  • ggPush QQ
  • ideal QQ
  • imaginaryPart QQ
  • isConstant QQ
  • isUnit QQ
  • lift(QQ,QQ)
  • lift(QQ,Ring)
  • lift(QQ,ZZ)
  • lift(RingElement,QQ)
  • liftable(QQ,Ring)
  • mathML QQ
  • Matrix * QQ
  • Matrix ** QQ
  • monomialIdeal QQ
  • net QQ
  • numerator QQ
  • promote(Matrix,QQ)
  • promote(QQ,QQ)
  • promote(QQ,Ring)
  • promote(QQ,RingElement)
  • promote(ZZ,QQ)
  • QQ % RingElement
  • QQ * CC
  • QQ * Matrix
  • QQ * RingElement
  • QQ ** Matrix
  • QQ ** RingElement
  • QQ + CC
  • QQ + RingElement
  • QQ - CC
  • QQ - RingElement
  • QQ / CC
  • QQ / RingElement
  • QQ // RingElement
  • QQ == CC
  • QQ == RR
  • QQ == ZZ
  • QQ _ Ring
  • realPart QQ
  • RingElement % QQ
  • RingElement * QQ
  • RingElement ** QQ
  • RingElement + QQ
  • RingElement - QQ
  • RingElement / QQ
  • RingElement // QQ
  • RingMap QQ
  • RR == QQ
  • Thing ^ QQ
  • toString QQ
  • ZZ == QQ

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